The C programming language (second edition,KR) exercise（CHAPTER 2）

     $Excercise2-1$：输出结果如图1和图2所示，这道练习题需要文章1和文章2的知识。

#include <stdio.h>
#include <limits.h>float getFloat(char sign, unsigned char exp, unsigned mantissa);
double getDouble(char sign, unsigned short exp, unsigned long long mantissa);int main(void)
{printf("sizeof(char)=%d\n",sizeof(char));printf("Signed char[%d to %d]\n", (~(((unsigned char)~0) >> 1)), (unsigned char)(((unsigned char)~0 >> 1)));printf("Unsigned char[0 to %u]\n", ((unsigned char)~0));		printf("sizeof(short)=%d\n",sizeof(short));printf("Signed short[%d to %d]\n", (~(((unsigned short)~0) >> 1)), (unsigned short)(((unsigned short)~0 >> 1)));printf("Unsigned short[0 to %u]\n", (unsigned short)((unsigned short)~0));printf("sizeof(int)=%d\n",sizeof(int));printf("Signed int[%d to %d]\n", (unsigned int)(~(((unsigned int)~0) >> 1)), (unsigned int)(((unsigned int)~0 >> 1)));printf("Unsigned int[0 to %u]\n", (unsigned int)((unsigned int)~0));printf("sizeof(long)=%d\n",sizeof(long));printf("Signed long[%ld to %ld]\n",(unsigned long)(~(((unsigned long)~0) >> 1)), (unsigned long)(((unsigned long)~0 >> 1)));printf("Unsigned long[0 to %lu]\n",(unsigned long)((unsigned long)~0));printf("sizeof(long long)=%d\n",sizeof(long long));printf("Signed long long[%lld to %lld]\n", (unsigned long long)(~(((unsigned long long)~0) >> 1)), (unsigned long long)(((unsigned long long)~0 >> 1)));printf("Unsigned long long[0 to %llu]\n", (unsigned long long)((unsigned long long)~0));printf("---------------------------------------------------------------\n");printf("Signed char[%d to %d]\n", SCHAR_MIN, SCHAR_MAX);printf("Unsigned char[0 to %u]\n", UCHAR_MAX);		printf("---------------------------------------------------------------\n");printf("Signed short[%d to %d]\n", SHRT_MIN, SHRT_MAX);printf("Unsigned short[0 to %u]\n", USHRT_MAX);printf("---------------------------------------------------------------\n");printf("Signed int[%d to %d]\n", INT_MIN, INT_MAX);printf("Unsigned int[0 to %u]\n", UINT_MAX);printf("---------------------------------------------------------------\n");printf("Signed long[%ld to %ld]\n",LONG_MIN, LONG_MAX);printf("Unsigned long[0 to %lu]\n",ULONG_MAX);printf("---------------------------------------------------------------\n");printf("Signed long long[%lld to %lld]\n", LLONG_MIN, LLONG_MAX);printf("Unsigned long long[0 to %llu]\n", ULLONG_MAX);printf("---------------------------------------------------------------\n");printf("Positive Normalized Float[%g to %g]\n", getFloat(0, 0x01, 0x00000000), getFloat(0, 0xFE, 0x007FFFFF));printf("Negative Normalized Float[%g to %g]\n", getFloat(1, 0xFE, 0x007FFFFF), getFloat(1, 0x01, 0x00000000));printf("Positive De-Normalized Float[%g to %g]\n", getFloat(0, 0x00, 0x00000001), getFloat(0, 0x00, 0x007FFFFF));printf("Negative De-Normalized Float[%g to %g]\n", getFloat(1, 0x00, 0x007FFFFF), getFloat(1, 0x00, 0x00000001));printf("Positive De-Normalized Zero Float[%g]\n", getFloat(0, 0x00, 0x00000000));printf("Negative De-Normalized Zero Float[%g]\n", getFloat(1, 0x00, 0x00000000));printf("Positive Infinity Float[%g]\n", getFloat(0, 0xFF, 0x00000000));printf("Negative Infinity Float[%g]\n", getFloat(1, 0xFF, 0x00000000));	printf("Not A Number Float[%g]\n", getFloat(0, 0xFF, 0x00000010));		printf("Not A Number Float[%g]\n", getFloat(1, 0xFF, 0x00000001));		printf("Positive Normalized Double[%g to %g]\n", getDouble(0, 0x0001, 0x0000000000000000), getDouble(0, 0x07FE, 0x000FFFFFFFFFFFFF));printf("Negative Normalized Double[%g to %g]\n", getDouble(1, 0x07FE, 0x000FFFFFFFFFFFFF), getDouble(1, 0x0001, 0x0000000000000000));printf("Positive De-Normalized Double[%g to %g]\n", getDouble(0, 0x0000, 0x0000000000000001), getDouble(0, 0x0000, 0x000FFFFFFFFFFFFF));printf("Negative De-Normalized Double[%g to %g]\n", getDouble(1, 0x0000, 0x000FFFFFFFFFFFFF), getDouble(1, 0x0000, 0x0000000000000001));printf("Positive De-Normalized Zero Double[%g]\n", getDouble(0, 0x0000, 0x0000000000000000));printf("Negative De-Normalized Zero Double[%g]\n", getDouble(1, 0x0000, 0x0000000000000000));printf("Positive Infinity Double[%g]\n", getDouble(0, 0x07FF, 0x0000000000000000));printf("Negative Infinity Double[%g]\n", getDouble(1, 0x07FF, 0x0000000000000000));	printf("Not A Number Double[%g]\n", getDouble(0, 0x07FF, 0x0000000000000010));		printf("Not A Number Double[%g]\n", getDouble(1, 0x07FF, 0x0000000000000001));		return 0;
}float getFloat(char sign, unsigned char exp, unsigned mantissa)
{unsigned f = ((unsigned)(((unsigned)(sign != 0))) << 31) | ((unsigned)(((unsigned)exp) << 23)) | ((unsigned)(mantissa & 0x007FFFFF));return *((float *)&f);
}double getDouble(char sign, unsigned short exp, unsigned long long mantissa)
{unsigned long long d = ((unsigned long long)(((unsigned long long)(sign != 0)) << 63)) | ((unsigned long long)((unsigned long long)(exp & 0x07FF) << 52)) | ((unsigned long long)(mantissa & 0x000FFFFFFFFFFFFF));return *((double *)&d);
}

图1.

图2.

     $Excercise2-2$：

#include <stdio.h>#define MAXLINE  (1000)int getline(char s[], int lim);int main()
{int len;    /* current line length */char line[MAXLINE];     /* current input line */while ((len = getline(line, MAXLINE)) > 0) {printf("%s",line);}return 0;
}/* getline: read a line s, return length */
int getline(char s[], int lim)
{int c, i;for (i = 0; i < lim-1; ++i){c = getchar();	if((c == '\n')){break;}else if((c== EOF)){break;}		else{s[i] = c;			}}if (c == '\n') {s[i] = c;++i;}s[i] = '\0';return i;
}

     $Excercise2-3$：

#include <stdio.h>#define MAXLINE  (1000)int getline(char s[], int lim);
int htoi(char s[]);int main()
{int result=0;int len;    /* current line length */char line[MAXLINE];     /* current input line */while ((len = getline(line, MAXLINE)) > 0) {printf("%s\n",line);result=htoi(line);printf("result=%d\n",result);		}return 0;
}int power(int ex)
{int i=0;int result=1;	while(i<ex){result=result*16;	i=i+1;		}return result;
}int htoi(char s[])
{int i=0;	int result=0;	int prefix=0;	int s_index=0;int e_index=0;while(s[i]!='\0'){if(((s[i]>='0')&&(s[i]<='9'))||((s[i]>='a')&&(s[i]<='f'))||((s[i]>='A')&&(s[i]<='F'))){}else{if(i==1){if(s[0]=='0'){if((s[1]=='x')||(s[1]=='X')){prefix=1;}else{printf("Hexadecimal string error\n");return -1;						}}else{printf("Hexadecimal string error\n");return -1;						}}else{printf("Hexadecimal string error\n");return -1;}			}i=i+1;			}	s_index=i;	if(s_index==0){printf("Hexadecimal string error\n");return -1;}if(s_index==1){if((s[i]>='0')&&(s[i]<='9')){return  ((int)(s[i]-'0'));	}		if((s[i]>='a')&&(s[i]<='f')){return  ((int)((s[i]-'a')+10));				}if((s[i]>='A')&&(s[i]<='F')){return  ((int)((s[i]-'A')+10));				}				}	if(s_index==2){		if(prefix==1){printf("Hexadecimal string error\n");return -1;	}else{for(i=0;i<s_index;i++){if((s[s_index-1-i]>='0')&&(s[s_index-1-i]<='9')){result=result +  ((int)(s[s_index-1-i]-'0')) *power(i);	}		if((s[s_index-1-i]>='a')&&(s[s_index-1-i]<='f')){result=result +  ((int)((s[s_index-1-i]-'a')+10)) *power(i);										}if((s[s_index-1-i]>='A')&&(s[s_index-1-i]<='F')){result=result +  ((int)((s[s_index-1-i]-'A')+10)) *power(i);									}					}					}					}if(s_index>2){		if(prefix==1){for(i=0;i<(s_index-2);i++){if((s[s_index-1-i]>='0')&&(s[s_index-1-i]<='9')){result=result +  ((int)(s[s_index-1-i]-'0')) *power(i);	}		if((s[s_index-1-i]>='a')&&(s[s_index-1-i]<='f')){result=result +  ((int)((s[s_index-1-i]-'a')+10)) *power(i);										}if((s[s_index-1-i]>='A')&&(s[s_index-1-i]<='F')){result=result +  ((int)((s[s_index-1-i]-'A')+10)) *power(i);									}					}					}	else{for(i=0;i<s_index;i++){if((s[s_index-1-i]>='0')&&(s[s_index-1-i]<='9')){result=result +  ((int)(s[s_index-1-i]-'0')) *power(i);	}		if((s[s_index-1-i]>='a')&&(s[s_index-1-i]<='f')){result=result +  ((int)((s[s_index-1-i]-'a')+10)) *power(i);										}if((s[s_index-1-i]>='A')&&(s[s_index-1-i]<='F')){result=result +  ((int)((s[s_index-1-i]-'A')+10)) *power(i);									}					}					}					}return result;
}/* getline: read a line s, return length */
int getline(char s[], int lim)
{int c, i;for (i = 0; i < lim-1; ++i){c = getchar();	if((c == '\n')){break;}else if((c== EOF)){break;}		else{s[i] = c;			}}if (c == '\n') {s[i] = c;++i;}s[i] = '\0';return i;
}

     $Excercise2-4$：

#include <stdio.h>#define MAXLINE  (1000)int getline(char s[], int lim);
void squeeze(char s1[],char s2[]);int main()
{int result=0;int len;    /* current line length */char line[MAXLINE];     /* current input line */while ((len = getline(line, MAXLINE)) > 0) {printf("before:%s\n",line);squeeze(line,"aFEb");printf("after:%s\n",line);		}return 0;
}int is_str_ch(char s[],char c)
{int i=0;char temp_c=0;	int result=0;	while((temp_c=s[i++])!='\0'){   if(temp_c==c){result=1;break;			}	}return result;
}void squeeze(char s1[],char s2[])
{int i,j;for(i=j=0;s1[i]!='\0';i++){			if(!is_str_ch(s2,s1[i])){s1[j++]=s1[i];		}				}s1[j]='\0';		
}/* getline: read a line s, return length */
int getline(char s[], int lim)
{int c, i;for (i = 0; i < lim-1; ++i){c = getchar();	if((c == '\n')){break;}else if((c== EOF)){break;}		else{s[i] = c;			}}if (c == '\n') {s[i] = c;++i;}s[i] = '\0';return i;
}

     $Excercise2-5$：

#include <stdio.h>#define MAXLINE  (1000)int getline(char s[], int lim);
int any(char s1[],char s2[]);int main()
{int position=0;int len;    /* current line length */char line[MAXLINE];     /* current input line */while ((len = getline(line, MAXLINE)) > 0) {position=any(line,"aFEb");printf("position=%d\n",position);		}return 0;
}int any(char s1[],char s2[])
{int i,j;for(i=0;s1[i]!='\0';i++){			for(j=0;s2[j]!='\0';j++){if(s1[i]==s2[j]){return i;				}				}				}return -1;		
}/* getline: read a line s, return length */
int getline(char s[], int lim)
{int c, i;for (i = 0; i < lim-1; ++i){c = getchar();	if((c == '\n')){break;}else if((c== EOF)){break;}		else{s[i] = c;			}}if (c == '\n') {s[i] = c;++i;}s[i] = '\0';return i;
}

     $Excercise2-6$：

#include <stdio.h>unsigned setbits(unsigned x,int p,int n,unsigned y);int main()
{unsigned x=0xFFFFFFDF;unsigned y=0xFFFFFFF2;unsigned p=0;p=setbits(x,5,2,y);printf("p=%08x\n",p);		return 0;
}unsigned setbits(unsigned x,int p,int n,unsigned y)
{unsigned front=((~((unsigned)0))<<(p+1));unsigned back=~((~((unsigned)0))<<(p-n+1));unsigned all=front | back;	x=x & all;	y=(~((~0)<<n)) & y;y=y<<(p-n+1);x=x | y;return x;		
}

     $Excercise2-7$:

#include <stdio.h>unsigned invert(unsigned x,int p,int n);int main()
{unsigned x=0xFFFF55FF;unsigned inverted=0;inverted=invert(x,15,8);printf("inverted=%08x\n",inverted);		return 0;
}unsigned invert(unsigned x,int p,int n)
{int i;unsigned temp1_x=x & (~((~((~((unsigned)0))<<n))<<(p-n+1)));unsigned temp2_x=0;	unsigned index=1<<p;for(i=0;i<n;i++){if(!(index & x)){temp2_x|=index;			}			index=index>>1;		}return (temp1_x) | (temp2_x);		
}

     $Excercise2-8$:

#include <stdio.h>unsigned rightrot(unsigned x,int n);int main()
{unsigned x=0xFFFFFF5A;unsigned rotated=0;rotated=rightrot(x,8);printf("rotated=%08x\n",rotated);		return 0;
}unsigned rightrot(unsigned x,int n)
{unsigned temp1_x=x & (~((~((unsigned)0))<<n));temp1_x=temp1_x<<((sizeof(unsigned) * 8)-n);unsigned temp2_x=(x>>n) & ((~((unsigned)0)>>n));	return (temp1_x) | (temp2_x);		
}

     $Excercise2-9$:当$x$为奇数的时候，$x$的二进制表示的最低位肯定为1，那么此时$x-1$的值二进制表示和$x$的二进制表示基本一样，除了二进制表示的最低位为0，那么此时操作$x\&=(x-1)$就会将$x$的二进制表示的最低位清零，其它位保持不变。假设此时$x=213$，那么它的二进制表示为$11010101$，此时$x-1$的值二进制表示为$11010100$，那么此时操作$x\&=(x-1)$之后$x$的值为$11010100$=$x-1$。当$x$为偶数的时候，$x-1$会将$x$的二进制表示的最右的比特值为1的比特位的值变成0，同时将$x$的二进制表示的最右的比特值为1的比特位后面所有为0的比特位的值都变成1，因此总的来说操作$x\&=(x-1)$会将$x$的二进制表示的最右的比特值为1的比特位清零，其它位保持不变。假设此时$x=208$，那么它的二进制表示为$11010000$，此时$x-1$的值二进制表示为$11001111$，那么此时操作$x\&=(x-1)$之后$x$的值为$11000000$。因此总结来说不论$x$为奇数还是偶数，操作$x\&=(x-1)$都会将$x$的二进制表示的最右的比特值为1的比特位清零，因此可以利用这个现象来统计$x$中比特位的值为1的比特位的个数。

#include <stdio.h>int bitcount(unsigned x);int main()
{unsigned x=0x84211234;unsigned num_of_1_bits=0;num_of_1_bits=bitcount(x);printf("num_of_1_bits=%d\n",num_of_1_bits);		return 0;
}/* bitcount:  count 1 bits in x */
int bitcount(unsigned x)
{int b;for (b = 0; x != 0; x &= (x-1))b++;return b;
}

     $Excercise2-10$:

#include <stdio.h>char lower(char c);int main()
{char c='A';printf("lower(c)=%c\n",lower(c));		return 0;
}/* lower:  convert c to lower case: ASCII only */
char lower(char c)
{return ((c>='A' && c<='Z') ? (c-'A'+'a'):c);
}